|
\(\operatorname{SU}(2)_{1}\)
|
2 |
2.000 |
\( A_{1} \) |
1 |
|
\(\operatorname{E}_{8}(2)\)
|
3 |
4.000 |
\( E_{8} \) |
2 |
|
\(\operatorname{SO}(11)_{1}\)
|
3 |
4.000 |
\( B_{5} \) |
1 |
|
\(\operatorname{SO}(13)_{1}\)
|
3 |
4.000 |
\( B_{6} \) |
1 |
|
\(\operatorname{SO}(15)_{1}\)
|
3 |
4.000 |
\( B_{7} \) |
1 |
|
\(\operatorname{SO}(17)_{1}\)
|
3 |
4.000 |
\( B_{8} \) |
1 |
|
\(\operatorname{SO}(19)_{1}\)
|
3 |
4.000 |
\( B_{9} \) |
1 |
|
\(\operatorname{SO}(21)_{1}\)
|
3 |
4.000 |
\( B_{10} \) |
1 |
|
\(\operatorname{SO}(23)_{1}\)
|
3 |
4.000 |
\( B_{11} \) |
1 |
|
\(\operatorname{SO}(25)_{1}\)
|
3 |
4.000 |
\( B_{12} \) |
1 |
|
\(\operatorname{SO}(27)_{1}\)
|
3 |
4.000 |
\( B_{13} \) |
1 |
|
\(\operatorname{SO}(29)_{1}\)
|
3 |
4.000 |
\( B_{14} \) |
1 |
|
\(\operatorname{SO}(31)_{1}\)
|
3 |
4.000 |
\( B_{15} \) |
1 |
|
\(\operatorname{SO}(33)_{1}\)
|
3 |
4.000 |
\( B_{16} \) |
1 |
|
\(\operatorname{SO}(35)_{1}\)
|
3 |
4.000 |
\( B_{17} \) |
1 |
|
\(\operatorname{SO}(37)_{1}\)
|
3 |
4.000 |
\( B_{18} \) |
1 |
|
\(\operatorname{SO}(5)_{1}\)
|
3 |
4.000 |
\( B_{2} \) |
1 |
|
\(\operatorname{SO}(7)_{1}\)
|
3 |
4.000 |
\( B_{3} \) |
1 |
|
\(\operatorname{SO}(9)_{1}\)
|
3 |
4.000 |
\( B_{4} \) |
1 |
|
\(\operatorname{SU}(2)_{2}\)
|
3 |
4.000 |
\( A_{1} \) |
2 |
|
\(\operatorname{G}_{2}(2)\)
|
4 |
19.234 |
\( G_{2} \) |
2 |
|
\(\operatorname{SU}(2)_{3}\)
|
4 |
7.236 |
\( A_{1} \) |
3 |
|
\(\operatorname{E}_{8}(3)\)
|
5 |
34.646 |
\( E_{8} \) |
3 |
|
\(\operatorname{F}_{4}(2)\)
|
5 |
34.646 |
\( F_{4} \) |
2 |
|
\(\operatorname{SU}(2)_{4}\)
|
5 |
12.000 |
\( A_{1} \) |
4 |
|
\(\operatorname{E}_{7}(2)\)
|
6 |
14.472 |
\( E_{7} \) |
2 |
|
\(\operatorname{G}_{2}(3)\)
|
6 |
100.617 |
\( G_{2} \) |
3 |
|
\(\operatorname{SO}(5)_{2}\)
|
6 |
20.000 |
\( B_{2} \) |
2 |
|
\(\operatorname{Sp}(4)_{2}\)
|
6 |
20.000 |
\( C_{2} \) |
2 |
|
\(\operatorname{SU}(2)_{5}\)
|
6 |
18.592 |
\( A_{1} \) |
5 |
|
\(\operatorname{SU}(3)_{2}\)
|
6 |
10.854 |
\( A_{2} \) |
2 |
|
\(\operatorname{SO}(7)_{2}\)
|
7 |
28.000 |
\( B_{3} \) |
2 |
|
\(\operatorname{SU}(2)_{6}\)
|
7 |
27.314 |
\( A_{1} \) |
6 |
|
\(\operatorname{SO}(9)_{2}\)
|
8 |
36.000 |
\( B_{4} \) |
2 |
|
\(\operatorname{SU}(2)_{7}\)
|
8 |
38.469 |
\( A_{1} \) |
7 |
|
\(\operatorname{E}_{6}(2)\)
|
9 |
27.888 |
\( E_{6} \) |
2 |
|
\(\operatorname{F}_{4}(3)\)
|
9 |
475.151 |
\( F_{4} \) |
3 |
|
\(\operatorname{G}_{2}(4)\)
|
9 |
475.151 |
\( G_{2} \) |
4 |
|
\(\operatorname{SO}(11)_{2}\)
|
9 |
44.000 |
\( B_{5} \) |
2 |
|
\(\operatorname{SU}(2)_{8}\)
|
9 |
52.361 |
\( A_{1} \) |
8 |
|
\(\operatorname{E}_{8}(4)\)
|
10 |
499.210 |
\( E_{8} \) |
4 |
|
\(\operatorname{SO}(13)_{2}\)
|
10 |
52.000 |
\( B_{6} \) |
2 |
|
\(\operatorname{SO}(5)_{3}\)
|
10 |
89.569 |
\( B_{2} \) |
3 |
|
\(\operatorname{SO}(6)_{2}\)
|
10 |
24.000 |
\( D_{3} \) |
2 |
|
\(\operatorname{Sp}(4)_{3}\)
|
10 |
89.569 |
\( C_{2} \) |
3 |
|
\(\operatorname{Sp}(6)_{2}\)
|
10 |
89.569 |
\( C_{3} \) |
2 |
|
\(\operatorname{SU}(2)_{9}\)
|
10 |
69.293 |
\( A_{1} \) |
9 |
|
\(\operatorname{SU}(3)_{3}\)
|
10 |
36.000 |
\( A_{2} \) |
3 |
|
\(\operatorname{SO}(15)_{2}\)
|
11 |
60.000 |
\( B_{7} \) |
2 |
|
\(\operatorname{SO}(8)_{2}\)
|
11 |
32.000 |
\( D_{4} \) |
2 |
|
\(\operatorname{SU}(2)_{10}\)
|
11 |
89.569 |
\( A_{1} \) |
10 |
|
\(\operatorname{E}_{7}(3)\)
|
12 |
201.234 |
\( E_{7} \) |
3 |
|
\(\operatorname{G}_{2}(5)\)
|
12 |
1996.556 |
\( G_{2} \) |
5 |
|
\(\operatorname{SO}(10)_{2}\)
|
12 |
40.000 |
\( D_{5} \) |
2 |
|
\(\operatorname{SO}(17)_{2}\)
|
12 |
68.000 |
\( B_{8} \) |
2 |
|
\(\operatorname{SU}(2)_{11}\)
|
12 |
113.494 |
\( A_{1} \) |
11 |
|
\(\operatorname{SO}(12)_{2}\)
|
13 |
48.000 |
\( D_{6} \) |
2 |
|
\(\operatorname{SO}(19)_{2}\)
|
13 |
76.000 |
\( B_{9} \) |
2 |
|
\(\operatorname{SO}(7)_{3}\)
|
13 |
210.193 |
\( B_{3} \) |
3 |
|
\(\operatorname{SU}(2)_{12}\)
|
13 |
141.370 |
\( A_{1} \) |
12 |
|
\(\operatorname{SO}(14)_{2}\)
|
14 |
56.000 |
\( D_{7} \) |
2 |
|
\(\operatorname{SO}(21)_{2}\)
|
14 |
84.000 |
\( B_{10} \) |
2 |
|
\(\operatorname{SU}(2)_{13}\)
|
14 |
173.502 |
\( A_{1} \) |
13 |
|
\(\operatorname{SO}(5)_{4}\)
|
15 |
345.655 |
\( B_{2} \) |
4 |
|
\(\operatorname{Sp}(4)_{4}\)
|
15 |
345.655 |
\( C_{2} \) |
4 |
|
\(\operatorname{Sp}(8)_{2}\)
|
15 |
345.655 |
\( C_{4} \) |
2 |
|
\(\operatorname{SU}(2)_{14}\)
|
15 |
210.193 |
\( A_{1} \) |
14 |
|
\(\operatorname{SU}(3)_{4}\)
|
15 |
106.027 |
\( A_{2} \) |
4 |
|
\(\operatorname{F}_{4}(4)\)
|
16 |
7402.794 |
\( F_{4} \) |
4 |
|
\(\operatorname{G}_{2}(6)\)
|
16 |
7505.993 |
\( G_{2} \) |
6 |
|
\(\operatorname{SO}(9)_{3}\)
|
16 |
408.635 |
\( B_{4} \) |
3 |
|
\(\operatorname{SU}(2)_{15}\)
|
16 |
251.748 |
\( A_{1} \) |
15 |
|
\(\operatorname{SU}(2)_{16}\)
|
17 |
298.471 |
\( A_{1} \) |
16 |
|
\(\operatorname{SU}(2)_{17}\)
|
18 |
350.665 |
\( A_{1} \) |
17 |
|
\(\operatorname{SU}(2)_{18}\)
|
19 |
408.635 |
\( A_{1} \) |
18 |
|
\(\operatorname{E}_{6}(3)\)
|
20 |
426.246 |
\( E_{6} \) |
3 |
|
\(\operatorname{G}_{2}(7)\)
|
20 |
25520.068 |
\( G_{2} \) |
7 |
|
\(\operatorname{SO}(6)_{3}\)
|
20 |
141.370 |
\( D_{3} \) |
3 |
|
\(\operatorname{Sp}(6)_{3}\)
|
20 |
1074.957 |
\( C_{3} \) |
3 |
|
\(\operatorname{SU}(2)_{19}\)
|
20 |
472.683 |
\( A_{1} \) |
19 |
|
\(\operatorname{SO}(5)_{5}\)
|
21 |
1162.522 |
\( B_{2} \) |
5 |
|
\(\operatorname{Sp}(10)_{2}\)
|
21 |
1162.522 |
\( C_{5} \) |
2 |
|
\(\operatorname{Sp}(4)_{5}\)
|
21 |
1162.522 |
\( C_{2} \) |
5 |
|
\(\operatorname{SU}(2)_{20}\)
|
21 |
543.116 |
\( A_{1} \) |
20 |
|
\(\operatorname{SU}(3)_{5}\)
|
21 |
279.765 |
\( A_{2} \) |
5 |
|
\(\operatorname{SO}(7)_{4}\)
|
22 |
1479.852 |
\( B_{3} \) |
4 |
|
\(\operatorname{SU}(2)_{21}\)
|
22 |
620.235 |
\( A_{1} \) |
21 |
|
\(\operatorname{SU}(2)_{22}\)
|
23 |
704.346 |
\( A_{1} \) |
22 |
|
\(\operatorname{SO}(8)_{3}\)
|
24 |
298.471 |
\( D_{4} \) |
3 |
|
\(\operatorname{SU}(2)_{23}\)
|
24 |
795.752 |
\( A_{1} \) |
23 |
|
\(\operatorname{E}_{7}(4)\)
|
25 |
4106.762 |
\( E_{7} \) |
4 |
|
\(\operatorname{F}_{4}(5)\)
|
25 |
117593.688 |
\( F_{4} \) |
5 |
|
\(\operatorname{G}_{2}(8)\)
|
25 |
79365.073 |
\( G_{2} \) |
8 |
|
\(\operatorname{SU}(2)_{24}\)
|
25 |
894.757 |
\( A_{1} \) |
24 |
|
\(\operatorname{SU}(2)_{25}\)
|
26 |
1001.665 |
\( A_{1} \) |
25 |
|
\(\operatorname{SU}(2)_{26}\)
|
27 |
1116.780 |
\( A_{1} \) |
26 |
|
\(\operatorname{SO}(10)_{3}\)
|
28 |
543.116 |
\( D_{5} \) |
3 |
|
\(\operatorname{SO}(5)_{6}\)
|
28 |
3473.651 |
\( B_{2} \) |
6 |
|
\(\operatorname{Sp}(12)_{2}\)
|
28 |
3473.651 |
\( C_{6} \) |
2 |
|
\(\operatorname{Sp}(4)_{6}\)
|
28 |
3473.651 |
\( C_{2} \) |
6 |
|
\(\operatorname{SU}(2)_{27}\)
|
28 |
1240.406 |
\( A_{1} \) |
27 |
|
\(\operatorname{SU}(3)_{6}\)
|
28 |
671.560 |
\( A_{2} \) |
6 |
|
\(\operatorname{SU}(2)_{28}\)
|
29 |
1372.847 |
\( A_{1} \) |
28 |
|
\(\operatorname{G}_{2}(9)\)
|
30 |
228134.999 |
\( G_{2} \) |
9 |
|
\(\operatorname{SO}(9)_{4}\)
|
30 |
4801.503 |
\( B_{4} \) |
4 |
|
\(\operatorname{SU}(2)_{29}\)
|
30 |
1514.407 |
\( A_{1} \) |
29 |
|
\(\operatorname{SU}(2)_{30}\)
|
31 |
1665.390 |
\( A_{1} \) |
30 |
|
\(\operatorname{SO}(12)_{3}\)
|
32 |
894.757 |
\( D_{6} \) |
3 |
|
\(\operatorname{SU}(2)_{31}\)
|
32 |
1826.100 |
\( A_{1} \) |
31 |
|
\(\operatorname{SU}(2)_{32}\)
|
33 |
1996.840 |
\( A_{1} \) |
32 |
|
\(\operatorname{SO}(7)_{5}\)
|
34 |
9389.869 |
\( B_{3} \) |
5 |
|
\(\operatorname{SU}(2)_{33}\)
|
34 |
2177.916 |
\( A_{1} \) |
33 |
|
\(\operatorname{SO}(6)_{4}\)
|
35 |
746.039 |
\( D_{3} \) |
4 |
|
\(\operatorname{Sp}(6)_{4}\)
|
35 |
11045.289 |
\( C_{3} \) |
4 |
|
\(\operatorname{Sp}(8)_{3}\)
|
35 |
11045.289 |
\( C_{4} \) |
3 |
|
\(\operatorname{SU}(2)_{34}\)
|
35 |
2369.630 |
\( A_{1} \) |
34 |
|
\(\operatorname{SO}(14)_{3}\)
|
36 |
1372.847 |
\( D_{7} \) |
3 |
|
\(\operatorname{SO}(5)_{7}\)
|
36 |
9389.869 |
\( B_{2} \) |
7 |
|
\(\operatorname{Sp}(4)_{7}\)
|
36 |
9389.869 |
\( C_{2} \) |
7 |
|
\(\operatorname{SU}(2)_{35}\)
|
36 |
2572.287 |
\( A_{1} \) |
35 |
|
\(\operatorname{SU}(3)_{7}\)
|
36 |
1487.902 |
\( A_{2} \) |
7 |
|
\(\operatorname{SU}(2)_{36}\)
|
37 |
2786.190 |
\( A_{1} \) |
36 |
|
\(\operatorname{SU}(2)_{37}\)
|
38 |
3011.644 |
\( A_{1} \) |
37 |
|
\(\operatorname{F}_{4}(6)\)
|
39 |
1803237.970 |
\( F_{4} \) |
6 |
|
\(\operatorname{SU}(2)_{38}\)
|
39 |
3248.953 |
\( A_{1} \) |
38 |